How to Solve Newton's 3rd Law Pulley Problems?

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Homework Help Overview

The discussion revolves around solving problems related to Newton's 3rd Law in the context of pulley systems. Participants are exploring the relationships between tension and mass in a massless pulley setup.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are discussing how to start the problem, particularly focusing on free body diagrams and the relationships between tensions T2 and T3. Questions are raised about deriving mass m2 from known tensions and analyzing forces acting on the blocks.

Discussion Status

Some participants have provided guidance on the importance of free body diagrams and the concept of tension in the system. There are multiple interpretations of how to relate the forces and tensions, indicating an ongoing exploration of the problem.

Contextual Notes

Participants mention the rules against providing direct answers, emphasizing a focus on understanding the setup and relationships rather than jumping to conclusions or solutions.

HydroMarioUSA
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Hi, I'm new here. Could someone provide some guidance on how to start this problem?
 

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Apparently, it's against the rules to just ask for answers, but could someone tell me where to start?
 
Hello, Welcome to physicsforums :welcome:.Yes, It is against the rules to give direct answer. We can only give where to start from and the rest is on you.

Massless means that the tension is the same along the string. So what you need to do is to get the free body diagram for each block. Try to find the tension in T3 and T2 then get m2
 
How do you get m2 from knowing T3 and T2, sorry if it's obvious?o_O
 
HydroMarioUSA said:
How do you get m2 from knowing T3 and T2, sorry if it's obvious?o_O
What do you get from analyzing the forces on M2?
 
Net force, right?
OH I see thanks!
 
Would T3 = Fg on m3 and T2 = Fg on m2 + Fg on m3? Is that how it works?
 
HydroMarioUSA said:
Would T3 = Fg on m3 and T2 = Fg on m2 + Fg on m3? Is that how it works?
Yes, That Fg on m3 comes from the tension in T3 it pulls up m3 and pulls downward on M2 so that M2 can pull it up :)
 
Is the answer (D)? The way I got it was by knowing that T1 = 182.28, and subtracting that by the forces of gravity on T1 and T3, then finally dividing that by 9.8...
 
  • #10
HydroMarioUSA said:
Is the answer (D)? The way I got it was by knowing that T1 = 182.28, and subtracting that by the forces of gravity on T1 and T3, then finally dividing that by 9.8...
Yes the answer is D.
 
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